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## Solve this Summer puzzle for your chance to win 2,000 Sapphires!

246 Replies
User
17 June, 2017, 4:44 PM UTC

Yes like most 48 is the correct answer

something you might have missed (the number of arrows in the quiver is the actual number)

since i will never win cause the person who picks winners doesn't like me LOL i have decided to give out the tricks they use

so the 2nd equation most players said was wrong .... it is 43+ (4 x 5) = 63 ... note the 5 arrows used in the next 2 equations hence the 5 is used

the rest is easy

maybe add some differentiation and integration since people claim they easy the whole time and yes they are easy lol

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User
17 June, 2017, 4:52 PM UTC
48
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User
17 June, 2017, 4:58 PM UTC

43 + 43 - 43 = 43

43 + (4 x 5) = 63

(5 x 2) + 43 = 53

43 + 1 x 5 = 220
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User
17 June, 2017, 5:06 PM UTC
73 is my answer
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User
17 June, 2017, 5:07 PM UTC
Think 48
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User
17 June, 2017, 5:10 PM UTC
48... easy
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User
17 June, 2017, 5:26 PM UTC
53
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User
17 June, 2017, 5:32 PM UTC

I didn't notice the different number of arrows btw, was watching on small screen, next time I'll open full size image))

funny, everybody calculated different way, but got 48))))

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User
17 June, 2017, 5:38 PM UTC
48
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User
17 June, 2017, 5:42 PM UTC
73
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User
17 June, 2017, 5:43 PM UTC

73

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User
17 June, 2017, 5:44 PM UTC
73
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User
17 June, 2017, 5:53 PM UTC

Solve this Summer puzzle for your chance to win 2,000 Sapphires!

Comment if you know Darkshine like the back of your hand! 👨‍🔬👨‍🔬👨‍🔬

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User
17 June, 2017, 5:54 PM UTC
53
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User
17 June, 2017, 6:02 PM UTC
48?
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User
17 June, 2017, 6:06 PM UTC

43  +   43  –  43 = 43

43    +   (y.y)      = 63         → y = 25   = 2.23606797749979

2√5 . (X.X) + 43 = 53        → X = 4√5   = 1.495348781221221

43 + 4√5 . 25   =  49.68740304976422

Respuesta  49.68740304976422

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User
17 June, 2017, 6:13 PM UTC

Helmet is 43 from first equation. There are 4 arrows on one quiver, and 5 on the other, in second. So q5=20/q4. In the 3rd, we get

(the axes are next to each other, which is implied multiplication, so x*x=x^2)

q5*x^2=10, so x^2=10/q5, so x^2=10/(20/q4)=q4/2, so x=sqrt(q4/2). The last expression is 43+x*q5=43+sqrt(q4/2)*(20/q4)=

43+10*sqrt(2/q4).

Possible answers that make the most sense would include q4 being any integer factor of 20, so 1,2,4,5,10,20, or if the 2 quivers were

intended to be identical, sqrt(20), leading to

43+10*sqrt(2)

43+10=53

43+5*sqrt(2)

43+2*sqrt(10)

43+2*sqrt(5)

43+sqrt(10)

43+2*5^(3/4) or 43+2*sqrt(5*sqrt(5))

which means the most plausible answer would be 53 since it is the only integer.

If the 2 axes were intended to be additive, the 3rd would become q5*(2*x)=10, so x=5/q5, and the final result is 43+x*q5=43+5=48, which

completely ignores the 2nd equation. This is the result of not properly specifying if the 2 quivers are the same thing, and not noticing that

the 3rd equation and the requested result don't require the solution of the 2nd equation at all.

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User
17 June, 2017, 6:21 PM UTC

Perdon confundi la simbologia

43 + 43 – 43 = 43

43 + (y.y) = 63 → y = 2√5 = 2.23606797749979

2√5 . (2X) + 43 = 53 → X = √5/2 = 1.118033988749895

43 + √5/2 . 2√5 = 48

Respuesta  48

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User
17 June, 2017, 6:21 PM UTC
48
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User
17 June, 2017, 6:22 PM UTC
48
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